Multi - time equations , classical and quantum Sören Petrat

de Multi - time equations , classical and quantum Sören Petrat

Motivated by relativity, several authors have suggested introducing, in classical and quantum physics, a separate time coordinate for every particle in order to avoid the use of simultaneity surfaces, e.g. [1–8]. For example, multi-time wave functions have been used in the foundations of quantum mechanics for defining relativistic collapse [9] or de Broglie–Bohm [10] theories. In quantum physic...

qu an t - ph ] 9 J an 2 01 4 Multi - Time Equations , Classical and Quantum

Multi-time equations are evolution equations involving several time variables, one for each particle. Such equations have been considered for the purpose of making theories manifestly Lorentz invariant. We compare their status and significance in classical and quantum physics.

de Multi - time equations , classical and quantum

Motivated by relativity, several authors have suggested introducing, in classical and quantum physics, a separate time coordinate for every particle in order to avoid the use of simultaneity surfaces, e.g. [1–8]. For example, multi-time wave functions have been used in the foundations of quantum mechanics for defining relativistic collapse [9] or de Broglie–Bohm [10] theories. In quantum physic...

A Statistical View on Quantum Electrodynamics

Frequently Asked Questions about Bohmian Mechanics

Bohmian Mechanics is so important because it is a counterexample to all the claims that the quantum world and therefore all of nature is not understandable. The goal of physics, apart from applications, is to find out what is really going on in nature. It seems that the historical development of Quantum Mechanics led most physicists to give up on trying to understand the microscopic world, and ...